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On the Singular Points of Plane Curves
Published online by Cambridge University Press: 20 January 2009
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In the general equation of a curve that passes through the origin,
u1 ≡ a1x + b1y = 0 is the equation to the tangent at the origin; for, y q g when x and y are very small, we may neglect all the terms in comparison with those involving the first powers of x and y. If neither a1 nor b1 vanishes, we may, without loss of generality, write the equation in the form
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- Copyright © Edinburgh Mathematical Society 1902
References
page 96 note * In all the figures the darker lines represent the evolute.
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